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Numerical modeling of the beach process of marine plastics: 2. A diagnostic approach with onshore-offshore advection-diffusion equations for buoyant plastics

机译:海洋塑料海滩过程的数值模型:2。具有浮力塑料的陆上海上平流扩散方程的诊断方法

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摘要

A model is proposed for the beach process of buoyant marine plastics, specifically its beaching and backwashing, by introducing beaching and backwashing diffusion coefficients and the onshore-offshore advection-diffusion equations of plastics for the upper layers in the beach and adjacent coastal sea. The backwashing diffusion coefficient was estimated from the average residence time of the beached plastics and the beach width, and then the beaching diffusion coefficient was estimated from the flux-balance assumption between the beaching and backwashing fluxes. Finite difference calculations in the staggered-grid system demonstrated that the amount of beached plastics responds as predicted by the linear system analysis when the beach had an exponential decay type of unit impulse response regardless of the ratio between the residence time and the period of beaching flux fluctuation from the nearshore. The condition in which the flux balance assumption holds was also discussed.
机译:通过引入海滩和邻近沿海地区的上层塑料的塑料浮动的浮动和反冲洗,提出了一种浮雕海洋塑料的海滩过程的模型。从搁置的浮动塑料和海滩宽度的平均停留时间估计了反洗的扩散系数,然后估计了搁滩和反冲洗通量之间的磁通平衡假设估计了搁滩扩散系数。交错电网系统中的有限差分计算表明,搁置搁置型塑料的数量随着线性系统分析预测的,当海滩具有指数衰减类型的单位脉冲响应,无论停留时间和搁置通量之间的比例如何从近岸波动。还讨论了磁通平衡假设保持的条件。

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